For the RLC circult below, calculate: a) The theoretical resonant frequency (fo), of the circuit. b) The theoretical quality factor, Q R 10KQ V. 5 Vpk 333mH
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- What is the self-inductance of an LC circuit that oscillates at 60 Hz 1ien the capacitance is 10 F ?> Combine PDF 4. The steady-state current I flowing in a circuit that contains a resistance R 5, capacitance.C= > Send Files = 10, and inductance L = 4 in series is given by: > Store Files E I =- 1 R +(27L 2 oC Where E = 2 and o = 2 are the input voltage and angular frequency respectively. Compute the value of I.An RLC circuit has an indoctance of 5 M H and a capacitance of 5 micro F. What is the resonany frequency (f) for this circuit?
- For the circuit below, XL=60 R1=40 Is R2=90 El=100V20° Ad R3=80 V3 Xc=707 ZT a. Calculate the total impedance (Z). b. Compute the source current (Is). c. Find the current across the capacitor Xc. d. Calculate the voltage across the resistor R3.Consider a series RLC circuit where the resistance R = 957 2, the capacitance C = 6.25 µF, and the inductance L= 65.0 mH. Determine the resonance frequency wo of the circuit. rad/s What is the maximum current Imax when the circuit is at resonance, if the amplitude of the AC driving voltage is 96.0 V? Imax =3.3 Procedure: 1. Connect the circuit shown in the figure (6). Choose RL to be 100ohm. CT R D2 Figure (6) 2. Set the function generator by an AC voltage (220 (r.m.s)V/ 50 Hz) and draw the input waveform. 3. Connect the Oscilloscope to both ends of the resistance, Draw the wave shown in the screen of the Oscilloscope. llle
- p1: For the network shown in figure,determine the input impedance, output impedance,voltage gain,current gain and source voltage gain by using complete hybrid equivalent model if hi=1.6KO, h-2*10, h-110 and ho-20us. kOhm 10 uF HH 1 KOhm 1 ur 0.2 KOhm HH V-10m 3Konm (35] MThe complex voltage V in an alternating current satisfies the Generalized Ohm's Law (GOL) in a RLC creat Z-R+ja+ X-LZ Z is the complex impedan is the complex current is the angelar frequency: R is an ideal resistor L is an ideal inductor (with impedance jul): Canal capacitor (with impoluce 1/juC). 1. Let V.I be respectively the magnitudes of the complex voltage and current E.L Show step by step (ting COL and formula on the magnitude) that the generalized Cham's las implica v-1 √/m² + (we- ) ². (w²R www. I L m Vm 20 C Calculate the following: a. Inductive reactance, Capacitive reactance b. Impedance, Circuit current c. Phase angle, power factor d. Circuit Powers: P, Q, S e. Resonant frequency, Q and BW Given the following R = 60 Ω L = 0.30 H C = 17 uF Vac = 24V, 50Hz
- And LC circuit has an oscillation frequency f of 1.96 kHz. If the capacities is 3.64 micro farad, what is the inductance in mH? A. 58.7 mH B. 71.5 mH C. 2.82 mH D. 1.81 mH E. 6.93 mHA series RLC circuit has R - 75 Ohms, L = 20 mH, and a resonantfrequency of 4.0 KHz. a) What is the capacitance? b) What is the impetance of the circuit at resonance? c) What is the impedance at 3.0 KHz?Consider a series RLC circuit where the resistance R = 855 92, the capacitance C = 3.25 µF, and the inductance L = 75.0 mH. Determine the resonance frequency of the circuit. w = What is the maximum current Imax when the circuit is at resonance, if the amplitude of the AC driving voltage is 60.0 V? Imax = rad/s A